1 |
SUBROUTINE clqh(dtime,itime, date0,jour,debut,lafin, |
module clqh_m |
2 |
e rlon, rlat, cufi, cvfi, |
|
3 |
e knon, nisurf, knindex, pctsrf, |
IMPLICIT none |
4 |
$ soil_model,tsoil,qsol, |
|
5 |
e ok_veget, ocean, npas, nexca, |
contains |
6 |
e rmu0, co2_ppm, rugos, rugoro, |
|
7 |
e u1lay,v1lay,coef, |
SUBROUTINE clqh(dtime, julien, debut, nisurf, knindex, tsoil, qsol, rmu0, & |
8 |
e t,q,ts,paprs,pplay, |
rugos, rugoro, u1lay, v1lay, coef, t, q, ts, paprs, pplay, delp, & |
9 |
e delp,radsol,albedo,alblw,snow,qsurf, |
radsol, albedo, snow, qsurf, precip_rain, precip_snow, fder, fluxlat, & |
10 |
e precip_rain, precip_snow, fder, taux, tauy, |
pctsrf_new_sic, agesno, d_t, d_q, d_ts, z0_new, flux_t, flux_q, & |
11 |
c -- LOOP |
dflux_s, dflux_l, fqcalving, ffonte, run_off_lic_0) |
12 |
e ywindsp, |
|
13 |
c -- LOOP |
! Author: Z. X. Li (LMD/CNRS) |
14 |
$ sollw, sollwdown, swnet,fluxlat, |
! Date: 1993/08/18 |
15 |
s pctsrf_new, agesno, |
! Objet : diffusion verticale de "q" et de "h" |
16 |
s d_t, d_q, d_ts, z0_new, |
|
17 |
s flux_t, flux_q,dflux_s,dflux_l, |
USE conf_phys_m, ONLY: iflag_pbl |
18 |
s fqcalving,ffonte,run_off_lic_0, |
USE dimphy, ONLY: klev, klon |
19 |
cIM "slab" ocean |
USE interfsurf_hq_m, ONLY: interfsurf_hq |
20 |
s flux_o,flux_g,tslab,seaice) |
USE suphec_m, ONLY: rcpd, rd, rg, rkappa |
21 |
|
|
22 |
USE interface_surf |
REAL, intent(in):: dtime ! intervalle du temps (s) |
23 |
|
integer, intent(in):: julien ! jour de l'annee en cours |
24 |
use dimens_m |
logical, intent(in):: debut |
25 |
use indicesol |
integer, intent(in):: nisurf |
26 |
use dimphy |
integer, intent(in):: knindex(:) ! (knon) |
27 |
use dimsoil |
REAL, intent(inout):: tsoil(:, :) ! (knon, nsoilmx) |
28 |
use iniprint |
|
29 |
use YOMCST |
REAL, intent(inout):: qsol(klon) |
30 |
use yoethf |
! column-density of water in soil, in kg m-2 |
31 |
use fcttre |
|
32 |
use conf_phys_m |
real, intent(in):: rmu0(klon) ! cosinus de l'angle solaire zenithal |
33 |
IMPLICIT none |
real rugos(klon) ! rugosite |
34 |
c====================================================================== |
REAL rugoro(klon) |
35 |
c Auteur(s): Z.X. Li (LMD/CNRS) date: 19930818 |
REAL u1lay(klon) ! vitesse u de la 1ere couche (m / s) |
36 |
c Objet: diffusion verticale de "q" et de "h" |
REAL v1lay(klon) ! vitesse v de la 1ere couche (m / s) |
37 |
c====================================================================== |
|
38 |
|
REAL, intent(in):: coef(:, :) ! (knon, klev) |
39 |
c Arguments: |
! Le coefficient d'echange (m**2 / s) multiplie par le cisaillement |
40 |
INTEGER knon |
! du vent (dV / dz). La premiere valeur indique la valeur de Cdrag |
41 |
REAL dtime ! intervalle du temps (s) |
! (sans unite). |
42 |
real date0 |
|
43 |
REAL u1lay(klon) ! vitesse u de la 1ere couche (m/s) |
REAL t(klon, klev) ! temperature (K) |
44 |
REAL v1lay(klon) ! vitesse v de la 1ere couche (m/s) |
REAL q(klon, klev) ! humidite specifique (kg / kg) |
45 |
REAL coef(klon,klev) ! le coefficient d'echange (m**2/s) |
REAL, intent(in):: ts(:) ! (knon) temperature du sol (K) |
46 |
c multiplie par le cisaillement du |
REAL paprs(klon, klev + 1) ! pression a inter-couche (Pa) |
47 |
c vent (dV/dz); la premiere valeur |
REAL pplay(klon, klev) ! pression au milieu de couche (Pa) |
48 |
c indique la valeur de Cdrag (sans unite) |
REAL delp(klon, klev) ! epaisseur de couche en pression (Pa) |
49 |
REAL t(klon,klev) ! temperature (K) |
REAL radsol(klon) ! ray. net au sol (Solaire + IR) W / m2 |
50 |
REAL q(klon,klev) ! humidite specifique (kg/kg) |
REAL, intent(inout):: albedo(:) ! (knon) albedo de la surface |
51 |
REAL ts(klon) ! temperature du sol (K) |
REAL, intent(inout):: snow(:) ! (knon) ! hauteur de neige |
52 |
REAL evap(klon) ! evaporation au sol |
REAL qsurf(klon) ! humidite de l'air au dessus de la surface |
53 |
REAL paprs(klon,klev+1) ! pression a inter-couche (Pa) |
|
54 |
REAL pplay(klon,klev) ! pression au milieu de couche (Pa) |
real, intent(in):: precip_rain(klon) |
55 |
REAL delp(klon,klev) ! epaisseur de couche en pression (Pa) |
! liquid water mass flux (kg / m2 / s), positive down |
56 |
REAL radsol(klon) ! ray. net au sol (Solaire+IR) W/m2 |
|
57 |
REAL albedo(klon) ! albedo de la surface |
real, intent(in):: precip_snow(klon) |
58 |
REAL alblw(klon) |
! solid water mass flux (kg / m2 / s), positive down |
59 |
REAL snow(klon) ! hauteur de neige |
|
60 |
REAL qsurf(klon) ! humidite de l'air au dessus de la surface |
real, intent(inout):: fder(klon) |
61 |
real precip_rain(klon), precip_snow(klon) |
real, intent(out):: fluxlat(:) ! (knon) |
62 |
REAL agesno(klon) |
real, intent(in):: pctsrf_new_sic(:) ! (klon) |
63 |
REAL rugoro(klon) |
REAL, intent(inout):: agesno(:) ! (knon) |
64 |
REAL run_off_lic_0(klon)! runof glacier au pas de temps precedent |
REAL d_t(klon, klev) ! incrementation de "t" |
65 |
integer jour ! jour de l'annee en cours |
REAL d_q(klon, klev) ! incrementation de "q" |
66 |
real rmu0(klon) ! cosinus de l'angle solaire zenithal |
REAL, intent(out):: d_ts(:) ! (knon) variation of surface temperature |
67 |
real rugos(klon) ! rugosite |
real z0_new(klon) |
68 |
integer knindex(klon) |
|
69 |
real pctsrf(klon,nbsrf) |
REAL, intent(out):: flux_t(:) ! (knon) |
70 |
real, intent(in):: rlon(klon), rlat(klon) |
! (diagnostic) flux de chaleur sensible (Cp T) Ã la surface, |
71 |
real cufi(klon), cvfi(klon) |
! positif vers le bas, W / m2 |
72 |
logical ok_veget |
|
73 |
REAL co2_ppm ! taux CO2 atmosphere |
REAL, intent(out):: flux_q(:) ! (knon) |
74 |
character*6 ocean |
! flux de la vapeur d'eau à la surface, en kg / (m**2 s) |
75 |
integer npas, nexca |
|
76 |
c -- LOOP |
REAL dflux_s(klon) ! derivee du flux sensible dF / dTs |
77 |
REAL yu10mx(klon) |
REAL dflux_l(klon) ! derivee du flux latent dF / dTs |
78 |
REAL yu10my(klon) |
|
79 |
REAL ywindsp(klon) |
! Flux d'eau "perdue" par la surface et n\'ecessaire pour que limiter la |
80 |
c -- LOOP |
! hauteur de neige, en kg / m2 / s |
81 |
|
REAL fqcalving(klon) |
82 |
|
|
83 |
c |
! Flux thermique utiliser pour fondre la neige |
84 |
REAL d_t(klon,klev) ! incrementation de "t" |
REAL ffonte(klon) |
85 |
REAL d_q(klon,klev) ! incrementation de "q" |
|
86 |
REAL d_ts(klon) ! incrementation de "ts" |
REAL run_off_lic_0(klon)! runof glacier au pas de temps precedent |
87 |
REAL flux_t(klon,klev) ! (diagnostic) flux de la chaleur |
|
88 |
c sensible, flux de Cp*T, positif vers |
! Local: |
89 |
c le bas: j/(m**2 s) c.a.d.: W/m2 |
|
90 |
REAL flux_q(klon,klev) ! flux de la vapeur d'eau:kg/(m**2 s) |
INTEGER knon |
91 |
REAL dflux_s(klon) ! derivee du flux sensible dF/dTs |
REAL evap(size(knindex)) ! (knon) evaporation au sol |
92 |
REAL dflux_l(klon) ! derivee du flux latent dF/dTs |
|
93 |
cIM cf JLD |
INTEGER i, k |
94 |
c Flux thermique utiliser pour fondre la neige |
REAL zx_cq(klon, klev) |
95 |
REAL ffonte(klon) |
REAL zx_dq(klon, klev) |
96 |
c Flux d'eau "perdue" par la surface et nécessaire pour que limiter la |
REAL zx_ch(klon, klev) |
97 |
c hauteur de neige, en kg/m2/s |
REAL zx_dh(klon, klev) |
98 |
REAL fqcalving(klon) |
REAL zx_buf1(klon) |
99 |
cIM "slab" ocean |
REAL zx_buf2(klon) |
100 |
REAL tslab(klon) !temperature du slab ocean (K) (OCEAN='slab ') |
REAL zx_coef(klon, klev) |
101 |
REAL seaice(klon) ! glace de mer en kg/m2 |
REAL local_h(klon, klev) ! enthalpie potentielle |
102 |
REAL flux_o(klon) ! flux entre l'ocean et l'atmosphere W/m2 |
REAL local_q(klon, klev) |
103 |
REAL flux_g(klon) ! flux entre l'ocean et la glace de mer W/m2 |
REAL psref(klon) ! pression de reference pour temperature potent. |
104 |
c |
REAL zx_pkh(klon, klev), zx_pkf(klon, klev) |
105 |
c====================================================================== |
|
106 |
REAL t_grnd ! temperature de rappel pour glace de mer |
! contre-gradient pour la vapeur d'eau: (kg / kg) / metre |
107 |
PARAMETER (t_grnd=271.35) |
REAL gamq(klon, 2:klev) |
108 |
REAL t_coup |
! contre-gradient pour la chaleur sensible: Kelvin / metre |
109 |
PARAMETER(t_coup=273.15) |
REAL gamt(klon, 2:klev) |
110 |
c====================================================================== |
REAL z_gamaq(klon, 2:klev), z_gamah(klon, 2:klev) |
111 |
INTEGER i, k |
REAL zdelz |
112 |
REAL zx_cq(klon,klev) |
|
113 |
REAL zx_dq(klon,klev) |
real temp_air(klon), spechum(klon) |
114 |
REAL zx_ch(klon,klev) |
real tq_cdrag(klon), petAcoef(klon), peqAcoef(klon) |
115 |
REAL zx_dh(klon,klev) |
real petBcoef(klon), peqBcoef(klon) |
116 |
REAL zx_buf1(klon) |
real p1lay(klon) |
117 |
REAL zx_buf2(klon) |
|
118 |
REAL zx_coef(klon,klev) |
real tsurf_new(size(knindex)) ! (knon) |
119 |
REAL local_h(klon,klev) ! enthalpie potentielle |
real zzpk |
120 |
REAL local_q(klon,klev) |
|
121 |
REAL local_ts(klon) |
!---------------------------------------------------------------- |
122 |
REAL psref(klon) ! pression de reference pour temperature potent. |
|
123 |
REAL zx_pkh(klon,klev), zx_pkf(klon,klev) |
knon = size(knindex) |
124 |
c====================================================================== |
|
125 |
c contre-gradient pour la vapeur d'eau: (kg/kg)/metre |
if (iflag_pbl == 1) then |
126 |
REAL gamq(klon,2:klev) |
do k = 3, klev |
|
c contre-gradient pour la chaleur sensible: Kelvin/metre |
|
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REAL gamt(klon,2:klev) |
|
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REAL z_gamaq(klon,2:klev), z_gamah(klon,2:klev) |
|
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REAL zdelz |
|
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c====================================================================== |
|
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c====================================================================== |
|
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c Rajout pour l'interface |
|
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integer itime |
|
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integer nisurf |
|
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logical, intent(in):: debut |
|
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logical, intent(in):: lafin |
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real zlev1(klon) |
|
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real fder(klon), taux(klon), tauy(klon) |
|
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real temp_air(klon), spechum(klon) |
|
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real epot_air(klon), ccanopy(klon) |
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real tq_cdrag(klon), petAcoef(klon), peqAcoef(klon) |
|
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real petBcoef(klon), peqBcoef(klon) |
|
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real sollw(klon), sollwdown(klon), swnet(klon), swdown(klon) |
|
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real p1lay(klon) |
|
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c$$$C PB ajout pour soil |
|
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LOGICAL soil_model |
|
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REAL tsoil(klon, nsoilmx) |
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REAL qsol(klon) |
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! Parametres de sortie |
|
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real fluxsens(klon), fluxlat(klon) |
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real tsol_rad(klon), tsurf_new(klon), alb_new(klon) |
|
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real emis_new(klon), z0_new(klon) |
|
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real pctsrf_new(klon,nbsrf) |
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c JLD |
|
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real zzpk |
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C |
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character (len = 20) :: modname = 'Debut clqh' |
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LOGICAL check |
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PARAMETER (check=.false.) |
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C |
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if (check) THEN |
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write(*,*) modname,' nisurf=',nisurf |
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CC call flush(6) |
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endif |
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c |
|
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if (check) THEN |
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WRITE(*,*)' qsurf (min, max)' |
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$ , minval(qsurf(1:knon)), maxval(qsurf(1:knon)) |
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CC call flush(6) |
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ENDIF |
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C |
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C |
|
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if (iflag_pbl.eq.1) then |
|
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do k = 3, klev |
|
127 |
do i = 1, knon |
do i = 1, knon |
128 |
gamq(i,k)= 0.0 |
gamq(i, k)= 0.0 |
129 |
gamt(i,k)= -1.0e-03 |
gamt(i, k)= - 1.0e-03 |
130 |
enddo |
enddo |
131 |
enddo |
enddo |
132 |
do i = 1, knon |
do i = 1, knon |
133 |
gamq(i,2) = 0.0 |
gamq(i, 2) = 0.0 |
134 |
gamt(i,2) = -2.5e-03 |
gamt(i, 2) = - 2.5e-03 |
135 |
enddo |
enddo |
136 |
else |
else |
137 |
do k = 2, klev |
do k = 2, klev |
138 |
do i = 1, knon |
do i = 1, knon |
139 |
gamq(i,k) = 0.0 |
gamq(i, k) = 0.0 |
140 |
gamt(i,k) = 0.0 |
gamt(i, k) = 0.0 |
141 |
enddo |
enddo |
142 |
enddo |
enddo |
143 |
endif |
endif |
144 |
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145 |
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DO i = 1, knon |
146 |
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psref(i) = paprs(i, 1) !pression de reference est celle au sol |
147 |
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ENDDO |
148 |
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DO k = 1, klev |
149 |
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DO i = 1, knon |
150 |
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zx_pkh(i, k) = (psref(i) / paprs(i, k))**RKAPPA |
151 |
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zx_pkf(i, k) = (psref(i) / pplay(i, k))**RKAPPA |
152 |
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local_h(i, k) = RCPD * t(i, k) * zx_pkf(i, k) |
153 |
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local_q(i, k) = q(i, k) |
154 |
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ENDDO |
155 |
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ENDDO |
156 |
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157 |
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! Convertir les coefficients en variables convenables au calcul: |
158 |
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159 |
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DO k = 2, klev |
160 |
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DO i = 1, knon |
161 |
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zx_coef(i, k) = coef(i, k) * RG / (pplay(i, k - 1) - pplay(i, k)) & |
162 |
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* (paprs(i, k) * 2 / (t(i, k) + t(i, k - 1)) / RD)**2 |
163 |
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zx_coef(i, k) = zx_coef(i, k) * dtime * RG |
164 |
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ENDDO |
165 |
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ENDDO |
166 |
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167 |
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! Preparer les flux lies aux contre-gardients |
168 |
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169 |
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DO k = 2, klev |
170 |
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DO i = 1, knon |
171 |
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zdelz = RD * (t(i, k - 1) + t(i, k)) / 2.0 / RG / paprs(i, k) & |
172 |
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* (pplay(i, k - 1) - pplay(i, k)) |
173 |
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z_gamaq(i, k) = gamq(i, k) * zdelz |
174 |
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z_gamah(i, k) = gamt(i, k) * zdelz * RCPD * zx_pkh(i, k) |
175 |
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ENDDO |
176 |
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ENDDO |
177 |
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DO i = 1, knon |
178 |
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zx_buf1(i) = zx_coef(i, klev) + delp(i, klev) |
179 |
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zx_cq(i, klev) = (local_q(i, klev) * delp(i, klev) & |
180 |
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- zx_coef(i, klev) * z_gamaq(i, klev)) / zx_buf1(i) |
181 |
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zx_dq(i, klev) = zx_coef(i, klev) / zx_buf1(i) |
182 |
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183 |
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zzpk=(pplay(i, klev) / psref(i))**RKAPPA |
184 |
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zx_buf2(i) = zzpk * delp(i, klev) + zx_coef(i, klev) |
185 |
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zx_ch(i, klev) = (local_h(i, klev) * zzpk * delp(i, klev) & |
186 |
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- zx_coef(i, klev) * z_gamah(i, klev)) / zx_buf2(i) |
187 |
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zx_dh(i, klev) = zx_coef(i, klev) / zx_buf2(i) |
188 |
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ENDDO |
189 |
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DO k = klev - 1, 2, - 1 |
190 |
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DO i = 1, knon |
191 |
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zx_buf1(i) = delp(i, k) + zx_coef(i, k) & |
192 |
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+ zx_coef(i, k + 1) * (1. - zx_dq(i, k + 1)) |
193 |
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zx_cq(i, k) = (local_q(i, k) * delp(i, k) & |
194 |
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+ zx_coef(i, k + 1) * zx_cq(i, k + 1) & |
195 |
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+ zx_coef(i, k + 1) * z_gamaq(i, k + 1) & |
196 |
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- zx_coef(i, k) * z_gamaq(i, k)) / zx_buf1(i) |
197 |
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zx_dq(i, k) = zx_coef(i, k) / zx_buf1(i) |
198 |
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|
199 |
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zzpk=(pplay(i, k) / psref(i))**RKAPPA |
200 |
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zx_buf2(i) = zzpk * delp(i, k) + zx_coef(i, k) & |
201 |
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+ zx_coef(i, k + 1) * (1. - zx_dh(i, k + 1)) |
202 |
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zx_ch(i, k) = (local_h(i, k) * zzpk * delp(i, k) & |
203 |
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+ zx_coef(i, k + 1) * zx_ch(i, k + 1) & |
204 |
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+ zx_coef(i, k + 1) * z_gamah(i, k + 1) & |
205 |
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- zx_coef(i, k) * z_gamah(i, k)) / zx_buf2(i) |
206 |
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zx_dh(i, k) = zx_coef(i, k) / zx_buf2(i) |
207 |
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ENDDO |
208 |
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ENDDO |
209 |
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|
210 |
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DO i = 1, knon |
211 |
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zx_buf1(i) = delp(i, 1) + zx_coef(i, 2) * (1. - zx_dq(i, 2)) |
212 |
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zx_cq(i, 1) = (local_q(i, 1) * delp(i, 1) & |
213 |
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+ zx_coef(i, 2) * (z_gamaq(i, 2) + zx_cq(i, 2))) / zx_buf1(i) |
214 |
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zx_dq(i, 1) = - 1. * RG / zx_buf1(i) |
215 |
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|
216 |
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zzpk=(pplay(i, 1) / psref(i))**RKAPPA |
217 |
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zx_buf2(i) = zzpk * delp(i, 1) + zx_coef(i, 2) * (1. - zx_dh(i, 2)) |
218 |
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zx_ch(i, 1) = (local_h(i, 1) * zzpk * delp(i, 1) & |
219 |
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+ zx_coef(i, 2) * (z_gamah(i, 2) + zx_ch(i, 2))) / zx_buf2(i) |
220 |
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zx_dh(i, 1) = - 1. * RG / zx_buf2(i) |
221 |
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ENDDO |
222 |
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223 |
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! Appel \`a interfsurf (appel g\'en\'erique) routine d'interface |
224 |
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! avec la surface |
225 |
|
|
226 |
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! Initialisation |
227 |
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petAcoef =0. |
228 |
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peqAcoef = 0. |
229 |
|
petBcoef =0. |
230 |
|
peqBcoef = 0. |
231 |
|
p1lay =0. |
232 |
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|
233 |
|
petAcoef(1:knon) = zx_ch(1:knon, 1) |
234 |
|
peqAcoef(1:knon) = zx_cq(1:knon, 1) |
235 |
|
petBcoef(1:knon) = zx_dh(1:knon, 1) |
236 |
|
peqBcoef(1:knon) = zx_dq(1:knon, 1) |
237 |
|
tq_cdrag(1:knon) =coef(:knon, 1) |
238 |
|
temp_air(1:knon) =t(1:knon, 1) |
239 |
|
spechum(1:knon)=q(1:knon, 1) |
240 |
|
p1lay(1:knon) = pplay(1:knon, 1) |
241 |
|
|
242 |
|
CALL interfsurf_hq(dtime, julien, rmu0, nisurf, knon, knindex, debut, & |
243 |
|
tsoil, qsol, u1lay, v1lay, temp_air, spechum, tq_cdrag, petAcoef, & |
244 |
|
peqAcoef, petBcoef, peqBcoef, precip_rain, precip_snow, fder, rugos, & |
245 |
|
rugoro, snow, qsurf, ts, p1lay, psref, radsol, evap, flux_t, & |
246 |
|
fluxlat, dflux_l, dflux_s, tsurf_new, albedo, z0_new, & |
247 |
|
pctsrf_new_sic, agesno, fqcalving, ffonte, run_off_lic_0) |
248 |
|
|
249 |
|
flux_q = - evap |
250 |
|
d_ts = tsurf_new - ts |
251 |
|
|
252 |
|
DO i = 1, knon |
253 |
|
local_h(i, 1) = zx_ch(i, 1) + zx_dh(i, 1) * flux_t(i) * dtime |
254 |
|
local_q(i, 1) = zx_cq(i, 1) + zx_dq(i, 1) * flux_q(i) * dtime |
255 |
|
ENDDO |
256 |
|
DO k = 2, klev |
257 |
|
DO i = 1, knon |
258 |
|
local_q(i, k) = zx_cq(i, k) + zx_dq(i, k) * local_q(i, k - 1) |
259 |
|
local_h(i, k) = zx_ch(i, k) + zx_dh(i, k) * local_h(i, k - 1) |
260 |
|
ENDDO |
261 |
|
ENDDO |
262 |
|
|
263 |
|
! Calcul des tendances |
264 |
|
DO k = 1, klev |
265 |
|
DO i = 1, knon |
266 |
|
d_t(i, k) = local_h(i, k) / zx_pkf(i, k) / RCPD - t(i, k) |
267 |
|
d_q(i, k) = local_q(i, k) - q(i, k) |
268 |
|
ENDDO |
269 |
|
ENDDO |
270 |
|
|
271 |
DO i = 1, knon |
END SUBROUTINE clqh |
|
psref(i) = paprs(i,1) !pression de reference est celle au sol |
|
|
local_ts(i) = ts(i) |
|
|
ENDDO |
|
|
DO k = 1, klev |
|
|
DO i = 1, knon |
|
|
zx_pkh(i,k) = (psref(i)/paprs(i,k))**RKAPPA |
|
|
zx_pkf(i,k) = (psref(i)/pplay(i,k))**RKAPPA |
|
|
local_h(i,k) = RCPD * t(i,k) * zx_pkf(i,k) |
|
|
local_q(i,k) = q(i,k) |
|
|
ENDDO |
|
|
ENDDO |
|
|
c |
|
|
c Convertir les coefficients en variables convenables au calcul: |
|
|
c |
|
|
c |
|
|
DO k = 2, klev |
|
|
DO i = 1, knon |
|
|
zx_coef(i,k) = coef(i,k)*RG/(pplay(i,k-1)-pplay(i,k)) |
|
|
. *(paprs(i,k)*2/(t(i,k)+t(i,k-1))/RD)**2 |
|
|
zx_coef(i,k) = zx_coef(i,k) * dtime*RG |
|
|
ENDDO |
|
|
ENDDO |
|
|
c |
|
|
c Preparer les flux lies aux contre-gardients |
|
|
c |
|
|
DO k = 2, klev |
|
|
DO i = 1, knon |
|
|
zdelz = RD * (t(i,k-1)+t(i,k))/2.0 / RG /paprs(i,k) |
|
|
. *(pplay(i,k-1)-pplay(i,k)) |
|
|
z_gamaq(i,k) = gamq(i,k) * zdelz |
|
|
z_gamah(i,k) = gamt(i,k) * zdelz *RCPD * zx_pkh(i,k) |
|
|
ENDDO |
|
|
ENDDO |
|
|
DO i = 1, knon |
|
|
zx_buf1(i) = zx_coef(i,klev) + delp(i,klev) |
|
|
zx_cq(i,klev) = (local_q(i,klev)*delp(i,klev) |
|
|
. -zx_coef(i,klev)*z_gamaq(i,klev))/zx_buf1(i) |
|
|
zx_dq(i,klev) = zx_coef(i,klev) / zx_buf1(i) |
|
|
c |
|
|
zzpk=(pplay(i,klev)/psref(i))**RKAPPA |
|
|
zx_buf2(i) = zzpk*delp(i,klev) + zx_coef(i,klev) |
|
|
zx_ch(i,klev) = (local_h(i,klev)*zzpk*delp(i,klev) |
|
|
. -zx_coef(i,klev)*z_gamah(i,klev))/zx_buf2(i) |
|
|
zx_dh(i,klev) = zx_coef(i,klev) / zx_buf2(i) |
|
|
ENDDO |
|
|
DO k = klev-1, 2 , -1 |
|
|
DO i = 1, knon |
|
|
zx_buf1(i) = delp(i,k)+zx_coef(i,k) |
|
|
. +zx_coef(i,k+1)*(1.-zx_dq(i,k+1)) |
|
|
zx_cq(i,k) = (local_q(i,k)*delp(i,k) |
|
|
. +zx_coef(i,k+1)*zx_cq(i,k+1) |
|
|
. +zx_coef(i,k+1)*z_gamaq(i,k+1) |
|
|
. -zx_coef(i,k)*z_gamaq(i,k))/zx_buf1(i) |
|
|
zx_dq(i,k) = zx_coef(i,k) / zx_buf1(i) |
|
|
c |
|
|
zzpk=(pplay(i,k)/psref(i))**RKAPPA |
|
|
zx_buf2(i) = zzpk*delp(i,k)+zx_coef(i,k) |
|
|
. +zx_coef(i,k+1)*(1.-zx_dh(i,k+1)) |
|
|
zx_ch(i,k) = (local_h(i,k)*zzpk*delp(i,k) |
|
|
. +zx_coef(i,k+1)*zx_ch(i,k+1) |
|
|
. +zx_coef(i,k+1)*z_gamah(i,k+1) |
|
|
. -zx_coef(i,k)*z_gamah(i,k))/zx_buf2(i) |
|
|
zx_dh(i,k) = zx_coef(i,k) / zx_buf2(i) |
|
|
ENDDO |
|
|
ENDDO |
|
|
C |
|
|
C nouvelle formulation JL Dufresne |
|
|
C |
|
|
C q1 = zx_cq(i,1) + zx_dq(i,1) * Flux_Q(i,1) * dt |
|
|
C h1 = zx_ch(i,1) + zx_dh(i,1) * Flux_H(i,1) * dt |
|
|
C |
|
|
DO i = 1, knon |
|
|
zx_buf1(i) = delp(i,1) + zx_coef(i,2)*(1.-zx_dq(i,2)) |
|
|
zx_cq(i,1) = (local_q(i,1)*delp(i,1) |
|
|
. +zx_coef(i,2)*(z_gamaq(i,2)+zx_cq(i,2))) |
|
|
. /zx_buf1(i) |
|
|
zx_dq(i,1) = -1. * RG / zx_buf1(i) |
|
|
c |
|
|
zzpk=(pplay(i,1)/psref(i))**RKAPPA |
|
|
zx_buf2(i) = zzpk*delp(i,1) + zx_coef(i,2)*(1.-zx_dh(i,2)) |
|
|
zx_ch(i,1) = (local_h(i,1)*zzpk*delp(i,1) |
|
|
. +zx_coef(i,2)*(z_gamah(i,2)+zx_ch(i,2))) |
|
|
. /zx_buf2(i) |
|
|
zx_dh(i,1) = -1. * RG / zx_buf2(i) |
|
|
ENDDO |
|
|
|
|
|
C Appel a interfsurf (appel generique) routine d'interface avec la surface |
|
|
|
|
|
c initialisation |
|
|
petAcoef =0. |
|
|
peqAcoef = 0. |
|
|
petBcoef =0. |
|
|
peqBcoef = 0. |
|
|
p1lay =0. |
|
|
|
|
|
c do i = 1, knon |
|
|
petAcoef(1:knon) = zx_ch(1:knon,1) |
|
|
peqAcoef(1:knon) = zx_cq(1:knon,1) |
|
|
petBcoef(1:knon) = zx_dh(1:knon,1) |
|
|
peqBcoef(1:knon) = zx_dq(1:knon,1) |
|
|
tq_cdrag(1:knon) =coef(1:knon,1) |
|
|
temp_air(1:knon) =t(1:knon,1) |
|
|
epot_air(1:knon) =local_h(1:knon,1) |
|
|
spechum(1:knon)=q(1:knon,1) |
|
|
p1lay(1:knon) = pplay(1:knon,1) |
|
|
zlev1(1:knon) = delp(1:knon,1) |
|
|
c swnet = swdown * (1. - albedo) |
|
|
c |
|
|
cIM swdown=flux SW incident sur terres |
|
|
cIM swdown=flux SW net sur les autres surfaces |
|
|
cIM swdown(1:knon) = swnet(1:knon) |
|
|
if(nisurf.eq.is_ter) THEN |
|
|
swdown(1:knon) = swnet(1:knon)/(1-albedo(1:knon)) |
|
|
else |
|
|
swdown(1:knon) = swnet(1:knon) |
|
|
endif |
|
|
c enddo |
|
|
ccanopy = co2_ppm |
|
|
|
|
|
CALL interfsurf_hq(itime, dtime, date0, jour, rmu0, |
|
|
e klon, iim, jjm, nisurf, knon, knindex, pctsrf, |
|
|
e rlon, rlat, cufi, cvfi, |
|
|
e debut, lafin, ok_veget, soil_model, nsoilmx,tsoil, qsol, |
|
|
e zlev1, u1lay, v1lay, temp_air, spechum, epot_air, ccanopy, |
|
|
e tq_cdrag, petAcoef, peqAcoef, petBcoef, peqBcoef, |
|
|
e precip_rain, precip_snow, sollw, sollwdown, swnet, swdown, |
|
|
e fder, taux, tauy, |
|
|
c -- LOOP |
|
|
e ywindsp, |
|
|
c -- LOOP |
|
|
e rugos, rugoro, |
|
|
e albedo, snow, qsurf, |
|
|
e ts, p1lay, psref, radsol, |
|
|
e ocean, npas, nexca, zmasq, |
|
|
s evap, fluxsens, fluxlat, dflux_l, dflux_s, |
|
|
s tsol_rad, tsurf_new, alb_new, alblw, emis_new, z0_new, |
|
|
s pctsrf_new, agesno,fqcalving,ffonte, run_off_lic_0, |
|
|
cIM "slab" ocean |
|
|
s flux_o, flux_g, tslab, seaice) |
|
|
|
|
|
|
|
|
do i = 1, knon |
|
|
flux_t(i,1) = fluxsens(i) |
|
|
flux_q(i,1) = - evap(i) |
|
|
d_ts(i) = tsurf_new(i) - ts(i) |
|
|
albedo(i) = alb_new(i) |
|
|
enddo |
|
|
|
|
|
c==== une fois on a zx_h_ts, on peut faire l'iteration ======== |
|
|
DO i = 1, knon |
|
|
local_h(i,1) = zx_ch(i,1) + zx_dh(i,1)*flux_t(i,1)*dtime |
|
|
local_q(i,1) = zx_cq(i,1) + zx_dq(i,1)*flux_q(i,1)*dtime |
|
|
ENDDO |
|
|
DO k = 2, klev |
|
|
DO i = 1, knon |
|
|
local_q(i,k) = zx_cq(i,k) + zx_dq(i,k)*local_q(i,k-1) |
|
|
local_h(i,k) = zx_ch(i,k) + zx_dh(i,k)*local_h(i,k-1) |
|
|
ENDDO |
|
|
ENDDO |
|
|
c====================================================================== |
|
|
c== flux_q est le flux de vapeur d'eau: kg/(m**2 s) positive vers bas |
|
|
c== flux_t est le flux de cpt (energie sensible): j/(m**2 s) |
|
|
DO k = 2, klev |
|
|
DO i = 1, knon |
|
|
flux_q(i,k) = (zx_coef(i,k)/RG/dtime) |
|
|
. * (local_q(i,k)-local_q(i,k-1)+z_gamaq(i,k)) |
|
|
flux_t(i,k) = (zx_coef(i,k)/RG/dtime) |
|
|
. * (local_h(i,k)-local_h(i,k-1)+z_gamah(i,k)) |
|
|
. / zx_pkh(i,k) |
|
|
ENDDO |
|
|
ENDDO |
|
|
c====================================================================== |
|
|
C Calcul tendances |
|
|
DO k = 1, klev |
|
|
DO i = 1, knon |
|
|
d_t(i,k) = local_h(i,k)/zx_pkf(i,k)/RCPD - t(i,k) |
|
|
d_q(i,k) = local_q(i,k) - q(i,k) |
|
|
ENDDO |
|
|
ENDDO |
|
|
c |
|
272 |
|
|
273 |
RETURN |
end module clqh_m |
|
END |
|